Unlocking Coding Success: A Comprehensive Approach to Language Mastery

Unlocking coding success requires a deep understanding of programming languages. Coding fundamentals are essential to build a strong foundation. A comprehensive approach to language mastery involves a combination of theoretical knowledge and practical experience. By focusing on problem-solving skills and real-world applications, individuals can overcome obstacles and achieve proficiency in their desired programming language.

Mastering the Basics of Programming Languages

Mastering the basics of programming languages is a crucial step for any aspiring programmer. It involves understanding the fundamental concepts and data structures that are used to build software applications. To start, it's essential to choose a programming language to focus on, such as Python, Java, or C++. Each language has its own unique features and syntax, but they all share common principles that are essential for any programmer to know.

Some of the key concepts to master include variables, control structures, functions, and object-oriented programming. Variables are used to store and manipulate data, while control structures such as if-else statements and loops are used to control the flow of a program. Functions allow for code reuse and modularity, and object-oriented programming enables the creation of complex software systems.

Practicing with exercises and projects is also essential to reinforce learning and build confidence. Online resources such as code editors and IDEs can provide a supportive environment for writing and testing code. Additionally, joining online communities and forums can connect programmers with others who share similar interests and can offer valuable advice and feedback.

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

By mastering the basics of programming languages, individuals can unlock a wide range of career opportunities and create innovative software solutions that can transform industries and improve lives. With dedication and persistence, anyone can become proficient in programming and achieve their goals in this exciting and rapidly evolving field.

Improving English Skills with Proficiency Tests

Improving English skills is crucial in today's globalized world, and one effective way to achieve this is by taking proficiency tests. These tests are designed to assess an individual's reading, writing, listening, and speaking abilities in English. By preparing for and taking these tests, individuals can identify their strengths and weaknesses, and focus on areas that need improvement.

Some popular English proficiency tests include TOEFL, IELTS, and Cambridge English exams. These tests are widely recognized by universities, employers, and governments, and are often required for academic, professional, or immigration purposes. Preparing for these tests can help individuals develop a range of skills, including vocabulary, grammar, and pronunciation.

One of the key benefits of taking proficiency tests is that they provide a benchmark for measuring English language skills. This can be motivating for individuals, as it allows them to track their progress and set goals for improvement. Additionally, many language learning resources and courses are designed to help individuals prepare for these tests, providing a structured and effective way to improve English skills.

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Revolutionizing Tech Through Coding Education

Revolutionizing Tech Through Coding Education is an innovative approach to transforming the way we learn and interact with technology. By providing coding education to people of all ages and backgrounds, we can empower them to become creators rather than just consumers of technology. This movement has the potential to democratize access to tech skills, bridging the gap between those who have the opportunity to learn and those who do not.

One of the key benefits of coding education is that it allows individuals to develop problem-solving skills, logical thinking, and creativity. These skills are essential in today's fast-paced, technology-driven world and can be applied to a wide range of industries and fields. Moreover, coding education can help to boost economic growth by providing people with the skills they need to compete in the job market and start their own businesses.

There are many organizations and initiatives that are working to make coding education more accessible and affordable. For example, online platforms such as Codecademy and Coursera offer a range of coding courses and tutorials that can be completed from anywhere in the world. Additionally, many non-profit organizations are providing coding education to underprivileged communities and promoting diversity and inclusion in the tech industry.

Coding Education

Overall, revolutionizing tech through coding education has the potential to have a profound impact on individuals, communities, and society as a whole. By providing people with the skills and knowledge they need to succeed in the tech industry, we can create a more equitable and just society where everyone has the opportunity to thrive. As technology continues to evolve and advance, it is essential that we prioritize coding education and work to make it more accessible and inclusive for all.

Unlocking coding success requires a comprehensive approach to language mastery. Effective learning strategies and dedicated practice are key to achieving proficiency. By adopting a well-structured approach, individuals can overcome coding challenges and unlock their full potential. With persistence and the right mindset, anyone can master coding languages and achieve success in the tech industry.

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